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Exploiting prior knowledge about biological macromolecules in cryo-EM structure determination.


ABSTRACT: Three-dimensional reconstruction of the electron-scattering potential of biological macromolecules from electron cryo-microscopy (cryo-EM) projection images is an ill-posed problem. The most popular cryo-EM software solutions to date rely on a regularization approach that is based on the prior assumption that the scattering potential varies smoothly over three-dimensional space. Although this approach has been hugely successful in recent years, the amount of prior knowledge that it exploits compares unfavorably with the knowledge about biological structures that has been accumulated over decades of research in structural biology. Here, a regularization framework for cryo-EM structure determination is presented that exploits prior knowledge about biological structures through a convolutional neural network that is trained on known macromolecular structures. This neural network is inserted into the iterative cryo-EM structure-determination process through an approach that is inspired by regularization by denoising. It is shown that the new regularization approach yields better reconstructions than the current state of the art for simulated data, and options to extend this work for application to experimental cryo-EM data are discussed.

SUBMITTER: Kimanius D 

PROVIDER: S-EPMC7793004 | biostudies-literature | 2021 Jan

REPOSITORIES: biostudies-literature

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Exploiting prior knowledge about biological macromolecules in cryo-EM structure determination.

Kimanius Dari D   Zickert Gustav G   Nakane Takanori T   Adler Jonas J   Lunz Sebastian S   Schönlieb Carola-Bibiane CB   Öktem Ozan O   Scheres Sjors H W SHW  

IUCrJ 20210101 Pt 1


Three-dimensional reconstruction of the electron-scattering potential of biological macromolecules from electron cryo-microscopy (cryo-EM) projection images is an ill-posed problem. The most popular cryo-EM software solutions to date rely on a regularization approach that is based on the prior assumption that the scattering potential varies smoothly over three-dimensional space. Although this approach has been hugely successful in recent years, the amount of prior knowledge that it exploits comp  ...[more]

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